View Poll Results: For those who have used this book  
Strongly Recommend  8  72.73%  
Lightly Recommend  2  18.18%  
Lightly don't Recommend  1  9.09%  
Strongly don't Recommend  0  0%  
Voters: 11. You may not vote on this poll 
Classical Dynamics of Particles and Systems, by Jerry Marion and Stephen Thorntonby Greg Bernhardt Tags: None 

#1
Jan2113, 01:28 PM

Admin
P: 8,542

Table of Contents: 5th Ed 1. Matrices, Vectors, and Vector Calculus. 2. Newtonian MechanicsSingle Particle. 3. Oscillations. 4. Nonlinear Oscillations and Chaos. 5. Gravitation. 6. Some Methods in the Calculus of Variations. 7. Hamilton's PrincipleLagrangian and Hamiltonian Dynamics. 8. CentralForce Motion. 9. Dynamics of a System of Particles. 10. Motion in a Noninertial Reference Frame. 11. Dynamics of Rigid Bodies. 12. Coupled Oscillations. 13. Continuous Systems: Waves. 14. The Special Theory of Relativity. Appendices. Selected References. Bibliography. 



#2
Jan2813, 07:16 PM

P: 657

Like many folks, I took an upper division physics course based on this book. It was about 20 years ago, so I am only familiar with the 3rd edition. Overall I think it is a fine book that presents the basic material quite clearly. The problems were instructive but not always the most interesting, though, so I was glad when the prof. gave us more interesting problems that were not from the book. There is more than a semester's worth of material here; we did not cover relativistic mechanics or waves on strings (we did, however, cover perturbation theory, go figure...). The coverage of calculus of variations in a separate chapter before Lagrangian and Hamiltonian formalism made for an easy way through the material. The sections on Liouville's theorem and hte Virial theorem were great, and in particular Liouville came in useful in my future studies of kinetic theory.
By the way, the asking price for the new edition is robbery. I sure hope there are better alternatives these days that are not so expensive. If you are looking for a good book for selfstudy, look for a used copy of an old edition (2nd or 3rd edition can be found online for < $15 US including shipping). Note that these older editions do not cover nonlinear dynamics at all; that started with the 4th edition which runs for tons more money. With the money you save you could always get another book (perhaps Strogatz's) to supplement if you are interested. jason 



#3
Jan2913, 04:44 AM

P: 53

The best Intermediate book between Kleppnar & Goldstein Mechanics because Kleppnar is Newtonian approach to Mechanics & Goldstein is Hamiltonian and Lagrangian approach to Mechanics.So this is the best bridge between them.




#4
Jan2913, 07:34 PM

Admin
P: 21,637

Classical Dynamics of Particles and Systems, by Jerry Marion and Stephen ThorntonThe preface of the third edition has a statement by Thorton that when he was asked by the publisher to update the book, he began by 'sending a questionnaire to several hundred instructors' . . . . That's a testament to the quality of the book. 



#5
Feb113, 12:19 AM

P: 2,493

Our approach was to try to marry the Gmm/r^2 rule with distance travelled but we couldn't get the time into the mix. His suggestion was to use Kepler's law of equal areas in equal times and then collapse the orbit s that it was basically up then down and the solution just fell out. We were dumbfounded and knew we'd never have gotten it on our own. Can't remember the ratio or the problem well only the pain of realization that we had a long way to go to master physics. I liked the book though but other students kept saying to check out Goldstein. We were an anxious crowd of undergrads. 



#6
Feb2213, 11:42 AM

P: 657

jason 



#7
Mar3013, 11:33 AM

P: 56

Question: How much knowledge of diff. equations is assumed? Will knowledge of simple 1st & 2nd order ODEs be enough, or is more needed (or does the book take a few pages to explain math when used)? How about PDEs?
Thanks 



#8
Mar3113, 06:41 PM

P: 657

jason 



#9
Mar3113, 07:39 PM

P: 56

That was helpful, thanks.
anyone else want to voice their opinion? 


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